Lecture Notes in Computer Science

Direct bulk-synchronous parallel algorithms.- Memory limited inductive inference machines.- Retrieval of scattered information by EREW, CREW and CRCW PRAMs.- On small depth threshold circuits.- An elementary approach to some analytic asymptotics.- An optimal parallel algorithm for computing a near-optimal order of matrix multiplications.- Generating sparse 2-spanners.- Low-diameter graph decomposition is in NC.- Parallel algorithm for cograph recognition with applications.- Parallel algorithms for all minimum link paths and link center problems.- Optimal multi-packet routing on the torus.- Parallel algorithms for priority queue operations.- Heap construction in the parallel comparison tree model.- Efficient rebalancing of chromatic search trees.- The complexity of scheduling problems with communication delays for trees.- The list update problem and the retrieval of sets.- Gkd-trees: Binary trees that combine multi-dimensional data handling, node size and fringe reorganization.- Fractional cascading simplified.- Dynamic 2- and 3-connectivity on planar graphs.- Fully dynamic 2-edge-connectivity in planar graphs.- Non-interfering network flows.- Triangulating planar graphs while minimizing the maximum degree.- How to draw a series-parallel digraph.- Coloring random graphs.- Testing superperfection of k-trees.- Parametric problems on graphs of bounded tree-width.- Efficient two-dimensional searching.- Improvements on geometric pattern matching problems.- Determining DNA sequence similarity using maximum independent set algorithms for interval graphs.- New results on linear programming and related problems.- Dynamic closest pairs - A probabilistic approach.- Two- and three- dimensional point location in rectangular subdivisions.- Decomposing the boundary of a nonconvex polyhedron.- Convex polygons made from few lines and convex decompositions of polyhedra.- Maintaining the visibility map of spheres while moving the viewpoint on a circle at infinity.- Voronoi diagrams of moving points in higher dimensional spaces.- Sorting multisets stably in minimum space.- A framework for adaptive sorting.